Choose the number that has a hundreds of thousands digit of 1, a tens of thousands digit of 8, a thousands digit of 4, a tens digit of 7, and a units digit of 2.
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Choose the number that has a hundreds of thousands digit of 1, a tens of thousands digit of 8, a thousands digit of 4, a tens digit of 7, and a units digit of 2.
The problem requires us to construct a number with specific digits assigned to certain decimal places. Let's go through this step-by-step:
The number we form is .
Comparing this number with the answer choices:
Choice 4 matches the number we constructed: .
Therefore, the correct answer is .
If you use all of the units shown below and place them in the table, then what number do they make?
Write the values in the place value chart and convert into a number.
Any place value not specified in the problem defaults to zero. In this problem, the hundreds place wasn't mentioned, so it becomes 0, giving us 184,0072.
Draw a place value chart! Write the positions from right to left: units, tens, hundreds, thousands, ten thousands, hundred thousands. Then fill in each specified digit.
Because place value matters! The number 18,472 only has 5 digits, but we need a 6-digit number with 1 in the hundred thousands place. Missing place values change the entire number.
Yes! is the same as . Commas just make large numbers easier to read by grouping digits in threes from right to left.
Read your number from left to right, naming each place value: 1 hundred thousand, 8 ten thousands, 4 thousands, 0 hundreds, 7 tens, 2 units. Each should match what the problem asks for!
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